BottleThe contents of a bottle; as much as a bottle contains; as, to drink a bottle of wine.

v. tBottleTo put into bottles; to inclose in, or as in, a bottle or bottles; to keep or restrain as in a bottle; as, to bottle wine or porter; to bottle up one's wrath.

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Century Dictionary and Cyclopedia

Interesting fact:
Earl Dean developed the bottle design for Coca-Cola

nbottleA dwelling; a habitation: a word extant (as -bottle, -battle) only in some local English names, as Harbottle, Newbottle, Morbattle.

nbottleA hollow mouthed vessel of glass, wood, leather, or other material, for holding and carrying liquids. Oriental nations use skins or leather for this purpose, and of the nature of these wine-skins are the bottles mentioned in Scripture: “Put new wine into new bottles.” In Europe and North America glass is generally used for liquids of all kinds, but wine is still largely stored in skins in Spain and Greece. Small bottles are often called vials.

nbottleThe contents of a bottle; as much as a bottle contains: as, a bottle of wine or of porter.

bottleTo put into bottles for the purpose of preserving or of storing away: as, to bottle wine or porter.

bottleTo store up as in a bottle; preserve as if by bottling; shut in or hold back (colloq. “cork up”), as anger or other strong feeling: usually with up.

nbottleA quantity, as of hay or grass, tied or bundled up.

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Chambers's Twentieth Century Dictionary

Interesting fact:
On a bottle of brandy VSOP stand for "Very Special Old Pale."

nBottlebot′l a bundle of hay

nBottlebot′l a hollow vessel for holding liquids: the contents of such a vessel: the habit of drinking

v.tBottleto enclose in bottles

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Quotations

Charles Dickens

“Bring in the bottled lightning, a clean tumbler, and a corkscrew.”

Robert Louis Stevenson

“Wine is bottled poetry.”

Helen Rowland

“Falling in love consists merely in uncorking the imagination and bottling the common-sense.”

Susan Vass

“I've been married so long, I am on my third bottle of Tabasco sauce.”

Chinese Proverb

“Pleasure for one hour, a bottle of wine. Pleasure for one year a marriage; but pleasure for a lifetime, a garden.”

Winston Churchill

“Meeting Franklin Roosevelt was like opening your first bottle of champagne; knowing him was like drinking it.”

Idioms

Blood is worth bottling - (AU) If an Australian says to you "Your blood is worth bottling", he/she is complimenting or praising you for doing something or being someone very special.

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Let the genie out of the bottle - If people let the genie out of the bottle, they let something bad happen that cannot be put right or controlled.

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Lose your bottle - (UK) If someone loses their bottle, they lose the courage to do something.

Now there's always the chance that our resort might be refilling those Grey Goose bottles with Señor Lopez and hoping we gringos won't notice, but I saw them crack the seal on plenty of bottles of brown liquor and some fine liqueurs .

In science:

Also oxygen free glasses as the chalcogenide or halide ones exists, as do polymer glasses which go under the house hold names of nylon, PVC bottles, or handywrap.

Formulation of thermodynamics for the glassy state: configurational energy as a modest source of energy

They are centerless except for Q = Z × Z or Z⋊Z (the fundamental group of the Klein bottle).

Seifert Manifolds

Those four hexagons are glued together along with their boundaries according to the standard action of the Weyl group S3 on the signs (ǫ1 , ǫ2 ), and the compactiﬁed manifold is topologically equivalent to a connected sum of two Klein bottles K .

Blow-ups of the Toda lattices and their intersections with the Bruhat cells

Gluing those octagons along their boundaries, we ﬁnd that the compactiﬁed manifold ˜Z (γ )R is topologically equivalent to a connected sum of three Klein bottles K.

Blow-ups of the Toda lattices and their intersections with the Bruhat cells

Those polygons are glued to obtain the compactiﬁed manifold which is topologically equivalent to a sum of ﬁve Klein bottles.

Blow-ups of the Toda lattices and their intersections with the Bruhat cells

One can also see the non-orientability of the divisor, so that the Θ{1} is topologically equivalent to a connected sum of 7 real pro jective planes P (or 3 Klein bottles plus a pro jective plane).

Blow-ups of the Toda lattices and their intersections with the Bruhat cells

Let M 3 be a compact 3-manifold with the property that there is an exact sequence of groups 1 → H → π1 (M ) → F → 1 such that H is ﬁnitely generated nonabelian but not the fundamental group of the Klein bottle and F is an inﬁnite solvable group.

Topology of 3-manifolds and a class of groups

The set of closed almost toric manifolds includes the toric ones as well as sphere bundles over a torus or Mo¨ebius band and blowups of them, certain torus bundles over a torus or Klein bottle, the K3 surface and the Enriques surface (a quotient of the K3 surface by a Z2 action).

Four dimensions from two in symplectic topology

Klein bottle that is double covered by one of the above bund les over a torus, the K3 surface or the Enriques surface.

Four dimensions from two in symplectic topology

Taking Z2 quotients of the base, when possible, yields the total spaces of all the regular torus bundles over the Klein bottle that admit Lagrangian ﬁbers.

Four dimensions from two in symplectic topology

If (B , A, S ) is a compact almost toric base such that ∂RB = ∂B , then B must have non-negative Euler characteristic and hence must be homeomorphic to a disk, a cylinder, a Mo¨ebius band, a sphere, RP 2 , a torus or a Klein bottle.

Four dimensions from two in symplectic topology

If for any g ∈ π1 (M ) either g (F ) = F or g (F ) ∩ F = φ holds, then π(F ) is an embedded torus or Klein bottle and the inclusion induces an injective homomorphism on the fundamental groups.

Access for large and heavy equipment: The cost of detector assembly escalates if one encounters a “ship in the bottle” problem: hoists or other access that requires detectors to be broken down into very small modules, then reassembled at depth.

Reference Design Project Book: NUSEL-Homestake

It was shown earlier [11,39] that the λ’s are the same for a given lattice strip with cyclic, as compared with M¨obius, boundary conditions (and it was shown that the λ’s for a strip with Klein bottle boundary conditions are a subset of the λ’s for the same strip with torus boundary conditions).

Transfer Matrices for the Partition Function of the Potts Model on Cyclic and Mobius Lattice Strips

Here we extend these transfer matrix methods for calculating Potts model partition functions on toroidal and Klein bottle lattice strips and present general results for these lattice strips of arbitrary width.

Transfer Matrices for the Partition Function of the Potts Model on Toroidal Lattice Strips